Title page for etd-0727100-173945


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URN etd-0727100-173945
Author Jun-Jong Wang
Author's Email Address wangjj@ibm7.math.nsysu.edu.tw
Statistics This thesis had been viewed 5077 times. Download 1799 times.
Department Applied Mathematics
Year 1999
Semester 2
Degree Master
Type of Document
Language English
Title Invertibility in Fractal Geometry
Date of Defense 2000-06-02
Page Count 18
Keyword
  • Invertibility
  • Abstract Abstract
    We discuss the invertibility of severval figures arising from iterated function
    systems (IFS). We shall prove the attractor of a totally disconnected IFS is
    invertible. More generally, we introduce a concept of branch point condition
    and prove that the attractor of an IFS is invertible if it satisfies the branch
    point condition.
    Advisory Committee
  • Yung-yen Chiang - co-chair
  • Feng-Jui Hsieh - co-chair
  • Ngai-Ching Wong - advisor
  • Files
  • ifg.pdf
  • indicate in-campus access immediately and off_campus access in a year
    Date of Submission 2000-07-27

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